These assignments are still being adjusted, but you should assume that these are correct until told otherwise.
Chapter 1 


Linear Systems, 
1.1 
16, 1214, 1618, 20, 22, 2728,
34, 35 
Echelon Form, Reduced EF, 
1.2 
218 x2; 24, 3133, 38, 39, 41,
42, 44, 47, 50, 52, 54 
Consistent systems,
Homogeneous systems, Multiple solutions, Applications 
1.3 
1, 4, 818x2; 1921, 24, 2630x2 
Networks, Circuits 
1.4 
1, 3, 5, 6, 8 
Matrix Algebra 
1.5 
348x3; 61, 65, 69 
Symmetry, transpose, etc 
1.6 
324x3; 32; 
Linear Independence,
Dependence, 
1.7 
342x3; 53 
Inverses 
1.9 
321x3; 24, 25, 27, 28, 30, 32,
36, 38, 60, 66. 
Chapter 2 


Plane Vector Geometry 
2.1 
1, 2, 5, (Do, but do not hand in:
15, 17.) 21, 25, 26, 29, 31, 32, 35. 
Vectors in 3D 
2.2 
333x3. 
Dot product, Cross
product 
2.3 
348x3. 
Lines and Planes in
Space 
2.4 
125 odd 
R^{3} 
3.1 
1, 2, 5, 9, 10, 11, 13, 16, 19,
21, 22, 27 
R^{n} as a VectorSpace 
3.2 
115 0dd , 21, 22, 23 
Subspace examples 
3.3 
111 odd, 1218 even. 

3.4 
327x3 
Dimension 
3.5 
336x3 
Orthogonal bases 
3.6 
210 even, 1319 odd. 
Linear Transformations 
3.7 
1, 3, 18, 19, 22 
Eigenvalues for 2x2 matrices 
4.1 
17, 9, 11 
Determinants 
4.2 
218 even 
Determinants and row
operations 
4.3 
111 odd, 23 
Characteristic
polynomial 
4.4 
318x3 
Eigenspaces 
4.5 
111. 